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If the supports are properly aligned then the reaction forces developed are adequate to support the body.
- a)Statement is true only in 2D
- b)Statement is true only in 3D
- c)Statement is true throughout
- d)Statement is true only in 1D
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
If the supports are properly aligned then the reaction forces develope...
This is the basic nature observed during the experiments on the beams an all the support system. The dimension doesn’t affect the equilibrium conditions. The main motto is to achieve the equilibrium. It is achieved by equating the net force equal to zero.
Most Upvoted Answer
If the supports are properly aligned then the reaction forces develope...
Statement Explanation:
The given statement is true throughout.
Explanation:
Supports play a crucial role in providing stability and balance to a structure or body. When the supports are properly aligned, they create reaction forces that are adequate to support the body. This is true in all dimensions, whether it is a 1D, 2D, or 3D system.
1. 1D System:
In a 1D system, there is only one direction of motion or force. For example, a beam supported at both ends is a 1D system. If the supports are properly aligned, they will create reaction forces that counterbalance the applied loads and prevent the beam from collapsing. In this case, the statement is true in 1D.
2. 2D System:
In a 2D system, there are two directions of motion or force. For example, a plate supported at its corners is a 2D system. If the supports are properly aligned, they will create reaction forces that balance the applied loads and prevent the plate from sagging or deforming. In this case, the statement is true in 2D.
3. 3D System:
In a 3D system, there are three directions of motion or force. For example, a three-dimensional structure like a building is a 3D system. If the supports are properly aligned, they will create reaction forces that counteract the applied loads and maintain the stability of the structure. In this case, the statement is true in 3D.
Conclusion:
Regardless of the dimensionality of the system, if the supports are properly aligned, they will generate reaction forces that are sufficient to support the body or structure. Therefore, the given statement is true throughout in all dimensions (1D, 2D, and 3D).
The given statement is true throughout.
Explanation:
Supports play a crucial role in providing stability and balance to a structure or body. When the supports are properly aligned, they create reaction forces that are adequate to support the body. This is true in all dimensions, whether it is a 1D, 2D, or 3D system.
1. 1D System:
In a 1D system, there is only one direction of motion or force. For example, a beam supported at both ends is a 1D system. If the supports are properly aligned, they will create reaction forces that counterbalance the applied loads and prevent the beam from collapsing. In this case, the statement is true in 1D.
2. 2D System:
In a 2D system, there are two directions of motion or force. For example, a plate supported at its corners is a 2D system. If the supports are properly aligned, they will create reaction forces that balance the applied loads and prevent the plate from sagging or deforming. In this case, the statement is true in 2D.
3. 3D System:
In a 3D system, there are three directions of motion or force. For example, a three-dimensional structure like a building is a 3D system. If the supports are properly aligned, they will create reaction forces that counteract the applied loads and maintain the stability of the structure. In this case, the statement is true in 3D.
Conclusion:
Regardless of the dimensionality of the system, if the supports are properly aligned, they will generate reaction forces that are sufficient to support the body or structure. Therefore, the given statement is true throughout in all dimensions (1D, 2D, and 3D).
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If the supports are properly aligned then the reaction forces developed are adequate to support the body.a)Statement is true only in 2Db)Statement is true only in 3Dc)Statement is true throughoutd)Statement is true only in 1DCorrect answer is option 'C'. Can you explain this answer?
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